2.4mm(F)-1.85mm(F) Precision Adapter,DC-50GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
3.5mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
1.85mm |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-26.5G |
Environmental Specifications
Temperature Range |
-55~+165℃ |